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Diameter is the greatest chor of a circ...

Diameter is the greatest chor of a circle .

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Prove that diameter is the greatest chord of a circle.

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Knowledge Check

  • The length of the greatest chord of the circle , the radius of which is 2.5 cm is

    A
    2.5 cm
    B
    5 cm
    C
    3.5 cm
    D
    1.25 cm

  • If the perimeter of semicircle is 88 metres,what is the diameter of the circle ?

    A
    7 meter
    B
    56 meter
    C
    25 meter
    D
    36 meter

    • Similar Questions

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    If the length of the greatest chord of a circle is 10 cm. Let's write what will be the length of its radius.

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    y = 2x is a chord of the circle x^2 + y^2 -10 x = 0 . Find the equation of a circle whose diameter is the chord of, given circle

    State true or false . The longest of all chords of a circle is called a diameter.

    Write True or False Perpendicular bisectors of two chords of a circle, which are not the diameters, meet at the centre of the circle.

    AB is a diameter and AC is a chord of the circle with centre at Q. the radius parallel to AC intersect the circle at D. Prove that D is the mid-point of the are BC.

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